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authorGabor Greif <ggreif@gmail.com>2017-07-20 10:46:14 +0200
committerGabor Greif <ggreif@gmail.com>2017-07-20 10:47:47 +0200
commita273c735ca268988ee1550c248ba88b57a227cb9 (patch)
tree29cc527b94f2f6efcf4343659ba7234fec0a1dd2 /compiler/specialise/Rules.hs
parentcc839c57ff9c80b50d39e8e2e66a18674bab3486 (diff)
downloadhaskell-a273c735ca268988ee1550c248ba88b57a227cb9.tar.gz
Spelling fixes
Diffstat (limited to 'compiler/specialise/Rules.hs')
-rw-r--r--compiler/specialise/Rules.hs2
1 files changed, 1 insertions, 1 deletions
diff --git a/compiler/specialise/Rules.hs b/compiler/specialise/Rules.hs
index aed86c5b42..b5606754e6 100644
--- a/compiler/specialise/Rules.hs
+++ b/compiler/specialise/Rules.hs
@@ -617,7 +617,7 @@ bound on the LHS:
RULE forall (c :: a~b). f (x |> c) = e
Now, if that binding is inlined, so that a=b=Int, we'd get
RULE forall (c :: Int~Int). f (x |> c) = e
- and now when we simpilfy the LHS (Simplify.simplRule) we
+ and now when we simplify the LHS (Simplify.simplRule) we
optCoercion will turn that 'c' into Refl:
RULE forall (c :: Int~Int). f (x |> <Int>) = e
and then perhaps drop it altogether. Now 'c' is unbound.